CB02 Aplicar els coneixements adquirits i resoldre problemes en entorns nous o no familiars i en contextos més amplis i multidisciplinaris relatius al seu camp d'estudi CT04 Treballar en equip CE02 Desenvolupar metodologies d'anàlisi, disseny i construcció d'elements estructurals emprant nous plantejaments i tecnologies.
1. Introduction 2. Linear and non-linear analysis 3. Mechanical non-linearities 4. Geometrical nonlinearities 5. Finite Element formulation for non linear problems 6. Stability of structures-buckling 7. Time-dependent behaviour-creep.
Activity type Hours with a teacher Hours without a teacher Virtual hours with a teacher Total Analysis / case study 17,00 25,00 0 42,00 Solution of exercises 4,00 10,00 0 14,00 Simulations 9,00 10,00 0 19,00 Total 30,00 45,00 0 75
Crisfield, M.A (cop 1991-1997 ). Non-linear finite element analysis of solids and structures . Chichester [etc.]: John Wiley and Sons. Catàleg Zienkiewicz, O. C (2005 ). The finite element method (6th ed). New York: Elsevier/Butterworth-Heinemann. Recuperat 18-07-2012, a http://www.sciencedirect.com/science/book/9780750664318 Catàleg Bazant, Zdenek P (cop. 2010 ). Stability of structures : elastic, inelastic, fracture and damage theories . Singapore [etc.]: World Scientific Publishing. Catàleg Belytschko, Ted (2000 ). Nonlinear finite elements for continua and structures . Chichester [etc.]: John Wiley. Catàleg Ghali, A.|q(Amin) (2002 ). Concrete structures : stresses and deformations (3th ed.). London, etc.: Spon. Catàleg Levy, Robert (cop. 2003 ). Analysis of geometrically nonlinear structures (2nd ed.). Dordrecht: Kluwer Academic. Catàleg
Assessment activities: Description of the activity Assessment Activity % Remediable subject Case studies Description of the solution, discussion of the results and conclusions report 35 No Numerical simulations Description of the solution, discussion of the results and conclusions report 30 No Resolution of proposed exercices Description of the solution, discussion of the results and conclusions report 35 No
FM = Final Mark PE = Resolution of proposed exercises S = Simulations CS = Case studies FM= 0.25*PE + 0.25*S + 0.50*CS For a given category (i.e. PE, CS and S), the student will have to present individual or group original reports covering all the contents of the course. The mark for each category (PE, CS and S) is the mean of the marks of the individual reports. Evaluation activities cannot be retaken. Plagiarism will be especially prosecuted. Students submitting not original reports of FE models will receive a 0 as global mark for the course. Specific criteria for the "No show" grade: Those students that do not hang in the reports for each category in the established delivery time will take a No Show (NP) mark. Single Assessment: In case of unique evaluation, the student will be asked to provide a full-assignment of the global course Minimum requirements to pass: To pass the course, an overall minimum mark of 5 is needed.
There will be specified weekly time frames for on-line tutorships (via Microsoft Teams or any other platform approved by UdG). Electronic mail can also be used to solve questions or doubts and set tutorship appointments out of the specified times frames.
Communication with students will be via e-mail and the News forum of the course’s Moodle. Individual on-line meetings will be possible for a personalised monitoring.